25 & 26 A certain jet can travel at an average rate of speed of 460 mph in calm air. The jet can fly 1625miles while flying with the wind in the same amount of time it can fly 1365 miles against thewind.22. If x represents the average rate of the wind, indicate which chart fits this situation.A)Distance (miles)Rate (mph)Time (hours)1625Flying with wind1625460 - x460- X1365Flying against wind1365460 + x460+xB)Distance (miles)Rate (mph)Time (hours)1365Flying with wind1365460 + x460+x1625Flying against wind1625460 – x460 - xDistance (miles)Rate (mph)Time (hours)1625Flying with wind1625460 + x460+x1365Flying against wind1365460 - x460-x 23. Write a rational equation that models this information to solve for x.1365B)460+xA)16251365%3D1625460+x460- x460 – x1625C)460 +x1365=1460 - X1365D)460 +x1625= 1460 - x24. What is the average rate of the wind?A) 30 mphB) 36 mphC) 38 mphD)40 mphE) 42 mph25. How long did the jet fly with the wind?A) 2.25 hours B) 2.5 hoursC) 2.75 hours D) 3 hoursE) 3.25 hours26. How long did the jet fly against the wind?A) 2.25 hours B) 2.5 hoursC) 2.75 hours D) 3 hoursE) 3.25 hours

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Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

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Chapter11: Data Analysis And Probability

Section11.1: Stem-and-leaf Plots And Histograms

Problem 16E

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A certain jet can travel at an average rate of speed of 460 mph in calm air. The jet can fly 1625 miles while flying with the wind in the same amount of time it can fly 1365 miles against the wind. 22. If x represents the average rate of the wind, indicate which chart fits this situation.